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wyvill

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An implicit surface is a set of points p such that f(p) = 0, where f is a trivariate function (i.e., p ∈ ℜ3). The surface is also known as the zero set of f and may be written f -1 (0) or Z(f). According to the implicit surface theorem, if zero is a regular value of f, then the zero set is a two-dimensional manifold. An iso-surface is a similar …

  • Updated May 9, 2020
  • C++

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